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Gommatasar Karmakanda-522
If one binds the 11 bhangas of 23 natural places starting from the first natural place and ending with the last, how many bhangas will be bound in total? Using the rule of three, the known quantity is one bhang of 23 natural places, the result quantity is 70 bhangas of 25 natural places, 32 bhangas of 26 natural places, 9 bhangas of 28 natural places, 9248 bhangas of 29 natural places, and 4640 bhangas of 30 natural places. The desired quantity is 11 bhangas of 23 natural places. Therefore, multiplying the result quantity by the desired quantity and dividing by the known quantity gives the total number of bhangas. In this case, the desired quantity is 11, the result quantity is 70+32+9+9248+4640 = 13,999 bhangas, and the known quantity is 1. So, 13,999 x 11 / 1 = 1,53,989 bhangas. These are the bhangas of 23 natural places. After binding the 25th natural place, the binding of all places from the 26th natural place to the 30th natural place is called Bhujakar Bandha.
If one binds all the bhangas of the 26th natural place onwards after binding the 25th natural place, how many bhangas will be bound while binding the 70 bhangas of the 25th natural place? Using the rule of three, the known quantity is one place of 25 natural places, the result quantity is 32 bhangas of 26 natural places, 9 bhangas of 28 natural places, 9248 bhangas of 29 natural places, and 4640 bhangas of 30 natural places. The desired quantity is 70 bhangas of 25 natural places. So, multiplying the result quantity 32+9+9248+4640 = 13,929 by the desired quantity 70 gives 13,929 x 70 = 9,75,030 bhangas of 25 natural places. The known quantity here is also 1. After binding the 26th natural place, the binding of the 28th natural place onwards is called Bhujakar Bandha.
If one binds all the bhangas of the 28th natural place onwards after binding one bhang of the 26th natural place, how many bhangas will be bound while binding 32 bhangas of the 26th natural place? Using the rule of three, the known quantity is one bhang of 26 natural places, the result quantity is 9 bhangas of 28 natural places, 9248 bhangas of 29 natural places, and 4640 bhangas of 30 natural places. The desired quantity is 32 bhangas of 26 natural places. So, multiplying the result quantity 9+9248+4640 = 13,897 by the desired quantity 32 gives 13,897 x 32 = 4,44,704 bhangas of 26 natural places. After binding the 28th natural place, the binding of the 29th and 30th natural places is called Bhujakar Bandha.
If one binds all the bhangas of the 29th and 30th natural places after binding one bhang of the 28th natural place, how many bhangas will be bound while binding 9 bhangas of the 28th natural place? Using the rule of three, the known quantity is one bhang of 28 natural places, the desired quantity is 9 bhangas of 28 natural places, and the result quantity is 9248 bhangas of 29 natural places and 4640 bhangas of 30 natural places. So, multiplying the result quantity 9248+4640 = 13,888 by the desired quantity 9 gives 13,888 x 9 = 1,24,992 bhangas of 28 natural places. After binding the 29th natural place, the binding of the 30th natural place is called Bhujakar Bandha. If one binds all 4640 bhangas of the 30th natural place after binding one bhang of the 29th natural place, how many bhangas of the 29th natural place will be bound while binding...